中心性
脆弱性
超图
嵌入
节点(物理)
计算机科学
代表(政治)
特征(语言学)
相似性(几何)
数据挖掘
块(置换群论)
网络科学
理论计算机科学
拓扑(电路)
数学
组合数学
复杂网络
离散数学
人工智能
化学
图像(数学)
工程类
政治学
法学
万维网
政治
结构工程
哲学
语言学
物理化学
作者
L.W. Chang,Tian Qiu,Guang Chen
出处
期刊:Chaos
[American Institute of Physics]
日期:2025-03-01
卷期号:35 (3)
摘要
Revealing the critical nodes is crucial to maintain network safety. Various methods have been proposed to identify the vital nodes and, recently, have been generalized from ordinary networks to hypergraphs. However, many existing methods did not consider both the hypergraph structure and embedding. In this article, we investigate two topological structural centralities by considering the common nodes and the common hyperedges and a hypergraph embedding centrality based on representation learning. Four improved centralities are proposed by considering only the node embedding, and the joint of the node embedding and hypergraph structural common nature. The network fragility is investigated for six real datasets. The proposed methods are found to outperform the baseline methods in five hypergraphs, and incorporating the embedding feature into the structural centralities can greatly improve the performance of the single structure-based centralities. The obtained results are heuristically understood by a similarity analysis of the node embeddings.
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